How 'bout it, Gene? I've made correction

> Open questions:
>
> Is there a function, F(x,y), such that F(entropy,s) is invariant to
> changes in N? For s=1%, F(entropy,1%) = exp(entropy/2.3) seemed to
> work.

Invariant except for a constant, which it would good to be able to
calculate.

> Can we explicitly calculate what this function converges to for N-
> >infinity? Or at least prove that is does converge, and calculate
the
> limit to some computational error?

Again up to an arbitrary constant.

> Can we prove that the observations mentioned above (about the local
> minima and about proxying for the width being OK) are in some sense
> true?

This one should be the easiest (see the original message, about four
messages ago, for the observations).